Dr. Andrew's proposal (Andrew, 2013) to rename Guyton's venous return curve the ‘venous pressure curve’ seems unlikely to overcome the decades of misinterpretation and confusion that the Guyton model of the systemic circulation has engendered.
In Guyton's experiments venous return curves were produced with a pump connected from the right atrium to the pulmonary artery in an anaesthetized, open chest, horizontal, acute preparation. Paired data points of flow and right atrial pressure were obtained. Guyton fitted the data pairs with a four-parameter model, consisting of arterial and venous resistances and capacitances. The model fitted the data at different flow values without a change in any of the parameter values. The Guyton model with fixed parameter values does not pertain to the change in flow observed during heart failure where resistance and capacitance values do change. Thus in Dr Andrew's Fig. 1, heart failure does not proceed along a venous return curve with fixed parameters from point C to point D, but rather, over time from point C to point G. This is one reason that the inclusion of fixed parameter venous return curves in Dr Andrew's figure only adds confusion.
Compare the figure below with Dr Andrew's figure as an aid in teaching about heart failure.
The major cardiology texts (Topol, 2007; Crawford et al. 2010; Walsh et al. 2011; Bonow et al. 2012), and the leading medical student textbook (Lilly, 2011) do not utilize Guyton's venous return curves, indicating that Guyton's model is not important for an understanding of heart failure. This supports our thesis, that Guyton's model of the systemic circulation is unnecessary and confusing when teaching cardiovascular medicine (Beard & Feigl, 2011, 2013).